Archematics I: Chaopoiesis and the origin of physical laws

The preprint introduces Archematics, a pre-physical foundational framework with the conditions under which lawful, stable and composed structures can emerge at all. This work addresses a prior question: why any structures, physical laws, representations, or formal structures emerged at all. The central claim is that stability is not free: any consistent stable structure must export its own degrees of freedom(entropy) in order to preserve its structure across interactions or time. From this single constraint, the following is derived: Chaopoiesis as a process of stabilisation of emergent structures, Primary Chaos as a foundational substrate from which Hilbert Space and QFT emerged, and Stability-Entropy Inversion Laws as rules for selection of most efficiently stabilised structures. Within this framework, quantum fields and mechanics, spacetime and Hilbert space are reframed not as fundamental primitives, but as emergent secondary structures. It does not alter existing physics. The paper is intended as a foundational preprint and the first part of a broader research program. Full mathematical formalisation and extensions are deffered to subsequent work.